{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Implementation of GAN with R1 Regularizer\n",
    "Reference: https://arxiv.org/pdf/1801.04406"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Run the comment below only when using Google Colab\n",
    "# !pip install torch torchvision"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch\n",
    "import torchvision\n",
    "import torch.nn as nn\n",
    "import torch.nn.functional as F\n",
    "from torch.autograd import grad"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from torch.utils.data import DataLoader\n",
    "from torch.utils.data.dataset import Dataset\n",
    "from torchvision import datasets\n",
    "from torchvision import transforms\n",
    "from torchvision.utils import save_image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import datetime\n",
    "import os, sys\n",
    "import glob\n",
    "from tqdm import tqdm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "from PIL import Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.pyplot import imshow, imsave\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "MODEL_NAME = 'R1'\n",
    "DEVICE = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "IMAGE_DIM = (64, 64, 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "def tensor2img(tensor):\n",
    "    img = (np.transpose(tensor.detach().cpu().numpy(), [1,2,0])+1)/2.\n",
    "    return img"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_sample_image(G, n_noise=100, n_samples=64):\n",
    "    \"\"\"\n",
    "        save sample 100 images\n",
    "    \"\"\"\n",
    "    n_rows = int(np.sqrt(n_samples))\n",
    "    z = (torch.rand(size=[n_samples, n_noise])*2-1).to(DEVICE) # U[-1, 1]\n",
    "    x_fake = G(z)\n",
    "    x_fake = torch.cat([torch.cat([x_fake[n_rows*j+i] for i in range(n_rows)], dim=1) for j in range(n_rows)], dim=2)\n",
    "    result = tensor2img(x_fake)\n",
    "    return result"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "class ResidualBlock(nn.Module):\n",
    "    def __init__(self, inplanes, planes, kernel_size=3, stride=1, downsample=None, groups=1):\n",
    "        super(ResidualBlock, self).__init__()\n",
    "        p = kernel_size//2\n",
    "        self.conv1 = nn.Sequential(\n",
    "            nn.Conv2d(inplanes, planes, kernel_size, stride=stride, padding=p),\n",
    "            nn.LeakyReLU(0.2)\n",
    "        )\n",
    "        self.conv2 = nn.Sequential(\n",
    "            nn.Conv2d(planes, planes, kernel_size, padding=p),\n",
    "            nn.LeakyReLU(0.2)\n",
    "        )\n",
    "        self.proj = nn.Conv2d(inplanes, planes, 1) if inplanes != planes else None\n",
    "    \n",
    "    def forward(self, x):\n",
    "        identity = x\n",
    "        \n",
    "        y = self.conv1(x)\n",
    "        y = self.conv2(y)\n",
    "        \n",
    "        identity = identity if self.proj is None else self.proj(identity)\n",
    "        y = y + identity\n",
    "        return y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "class Discriminator(nn.Module):\n",
    "    \"\"\"\n",
    "        Convolutional Discriminator\n",
    "    \"\"\"\n",
    "    def __init__(self, in_channel=1):\n",
    "        super(Discriminator, self).__init__()\n",
    "        self.D = nn.Sequential(\n",
    "            nn.Conv2d(in_channel, 64, 3, padding=1), # (N, 64, 64, 64)\n",
    "            ResidualBlock(64, 128),\n",
    "            nn.AvgPool2d(3, 2, padding=1), # (N, 128, 32, 32)\n",
    "            ResidualBlock(128, 256),\n",
    "            nn.AvgPool2d(3, 2, padding=1), # (N, 256, 16, 16)\n",
    "            ResidualBlock(256, 512),\n",
    "            nn.AvgPool2d(3, 2, padding=1), # (N, 512, 8, 8)\n",
    "            ResidualBlock(512, 1024),\n",
    "            nn.AvgPool2d(3, 2, padding=1) # (N, 1024, 4, 4)\n",
    "        )\n",
    "        self.fc = nn.Linear(1024*4*4, 1) # (N, 1)\n",
    "        \n",
    "    def forward(self, x):\n",
    "        B = x.size(0)\n",
    "        h = self.D(x)\n",
    "        h = h.view(B, -1)\n",
    "        y = self.fc(h)\n",
    "        return y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "class Generator(nn.Module):\n",
    "    \"\"\"\n",
    "        Convolutional Generator\n",
    "    \"\"\"\n",
    "    def __init__(self, out_channel=1, n_filters=128, n_noise=512):\n",
    "        super(Generator, self).__init__()\n",
    "        self.fc = nn.Linear(n_noise, 1024*4*4)\n",
    "        self.G = nn.Sequential(\n",
    "            ResidualBlock(1024, 512),\n",
    "            nn.Upsample(scale_factor=2, mode='bilinear'), # (N, 512, 8, 8)\n",
    "            ResidualBlock(512, 256),\n",
    "            nn.Upsample(scale_factor=2, mode='bilinear'), # (N, 256, 16, 16)\n",
    "            ResidualBlock(256, 128),\n",
    "            nn.Upsample(scale_factor=2, mode='bilinear'), # (N, 128, 32, 32)\n",
    "            ResidualBlock(128, 64),\n",
    "            nn.Upsample(scale_factor=2, mode='bilinear'), # (N, 64, 64, 64)\n",
    "            ResidualBlock(64, 64),\n",
    "            nn.Conv2d(64, out_channel, 3, padding=1) # (N, 3, 64, 64)\n",
    "        )\n",
    "        \n",
    "    def forward(self, z):\n",
    "        B = z.size(0)\n",
    "        h = self.fc(z)\n",
    "        h = h.view(B, 1024, 4, 4)\n",
    "        x = self.G(h)\n",
    "        return x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "transform = transforms.Compose([transforms.Resize((IMAGE_DIM[0],IMAGE_DIM[1])),\n",
    "                                transforms.ToTensor(),\n",
    "                                transforms.Normalize(mean=(0.5, 0.5, 0.5),\n",
    "                                std=(0.5, 0.5, 0.5))\n",
    "                               ]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "CelebA-aligned download: [link](http://mmlab.ie.cuhk.edu.hk/projects/CelebA.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "dataset = datasets.ImageFolder(root='/home/yangyangii/data/img_align_celeba', transform=transform)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "batch_size = 64\n",
    "n_noise = 256"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "data_loader = DataLoader(dataset=dataset, batch_size=batch_size, shuffle=True, drop_last=True, num_workers=4, pin_memory=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "D = Discriminator(in_channel=IMAGE_DIM[-1]).to(DEVICE)\n",
    "G = Generator(out_channel=IMAGE_DIM[-1], n_noise=n_noise).to(DEVICE)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "D_opt = torch.optim.RMSprop(D.parameters(), lr=1e-4, alpha=0.99)\n",
    "G_opt = torch.optim.RMSprop(G.parameters(), lr=1e-4, alpha=0.99)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# D_scheduler = torch.optim.lr_scheduler.MultiStepLR(D_opt, milestones=[3, 10, 17], gamma=0.6)\n",
    "# G_scheduler = torch.optim.lr_scheduler.MultiStepLR(G_opt, milestones=[3, 10, 17], gamma=0.6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "# criterion = nn.L1Loss()\n",
    "def r1loss(inputs, label=None):\n",
    "    # non-saturating loss with R1 regularization\n",
    "    l = -1 if label else 1\n",
    "    return F.softplus(l*inputs).mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "max_epoch = 20\n",
    "step = 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "log_term = 1000\n",
    "save_term = 1000"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "r1_gamma = 10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "3165"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "steps_per_epoch = len(data_loader.dataset) // batch_size\n",
    "steps_per_epoch"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "if not os.path.exists('samples'):\n",
    "    os.makedirs('samples')\n",
    "    \n",
    "if not os.path.exists('ckpt'):\n",
    "    os.makedirs('ckpt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "def save_checkpoint(state, file_name='checkpoint.pth.tar'):\n",
    "    torch.save(state, file_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
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      "  \"See the documentation of nn.Upsample for details.\".format(mode))\n",
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     ]
    },
    {
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      "Epoch: 0/20, Step: 0, D Loss: 1.3870, G Loss: 0.2449, gp: 0.0000, Time:20:31:40\n"
     ]
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      "Epoch: 0/20, Step: 1000, D Loss: 1.1092, G Loss: 1.6125, gp: 0.0898, Time:20:41:21\n"
     ]
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     ]
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      "Epoch: 0/20, Step: 3000, D Loss: 1.2636, G Loss: 1.0919, gp: 0.0731, Time:21:00:48\n"
     ]
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     ]
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      "Epoch: 4/20, Step: 15000, D Loss: 1.3601, G Loss: 0.8294, gp: 0.0337, Time:22:58:30\n"
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      "Epoch: 5/20, Step: 16000, D Loss: 1.3414, G Loss: 0.6806, gp: 0.0293, Time:23:08:06\n"
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      "Epoch: 5/20, Step: 17000, D Loss: 1.3623, G Loss: 0.6395, gp: 0.0305, Time:23:17:42\n"
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      "Epoch: 5/20, Step: 18000, D Loss: 1.3550, G Loss: 0.8261, gp: 0.0313, Time:23:27:18\n"
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      "Epoch: 6/20, Step: 19000, D Loss: 1.3565, G Loss: 0.6988, gp: 0.0280, Time:23:36:54\n"
     ]
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   ],
   "source": [
    "for epoch in range(max_epoch):\n",
    "    for idx, (images, labels) in enumerate(tqdm(data_loader, total=len(data_loader))):\n",
    "        G.zero_grad()\n",
    "        # Training Discriminator\n",
    "        x = images.to(DEVICE)\n",
    "        x.requires_grad = True\n",
    "        x_outputs = D(x)\n",
    "        d_real_loss = r1loss(x_outputs, True)\n",
    "        # Reference >> https://github.com/rosinality/style-based-gan-pytorch/blob/a3d000e707b70d1a5fc277912dc9d7432d6e6069/train.py\n",
    "        # little different with original DiracGAN\n",
    "        grad_real = grad(outputs=x_outputs.sum(), inputs=x, create_graph=True)[0]\n",
    "        grad_penalty = (grad_real.view(grad_real.size(0), -1).norm(2, dim=1) ** 2).mean()\n",
    "        grad_penalty = 0.5*r1_gamma*grad_penalty\n",
    "        D_x_loss = d_real_loss + grad_penalty\n",
    "\n",
    "        z = (torch.rand(size=[batch_size, n_noise])*2-1).to(DEVICE)\n",
    "        x_fake = G(z)\n",
    "        z_outputs = D(x_fake.detach())\n",
    "        D_z_loss = r1loss(z_outputs, False)\n",
    "        D_loss = D_x_loss + D_z_loss\n",
    "        \n",
    "        D.zero_grad()\n",
    "        D_loss.backward()\n",
    "        D_opt.step()\n",
    "\n",
    "        # Training Generator\n",
    "        z = (torch.rand(size=[batch_size, n_noise])*2-1).to(DEVICE)\n",
    "        x_fake = G(z)\n",
    "        z_outputs = D(x_fake)\n",
    "        G_loss = r1loss(z_outputs, True)\n",
    "        \n",
    "        G.zero_grad()\n",
    "        G_loss.backward()\n",
    "        G_opt.step()\n",
    "        \n",
    "        if step % save_term == 0:\n",
    "            save_checkpoint({'global_step': step,\n",
    "                 'D':D.state_dict(),\n",
    "                 'G':G.state_dict(),\n",
    "                 'd_optim': D_opt.state_dict(),\n",
    "                 'g_optim' : G_opt.state_dict()},\n",
    "                'ckpt/r1gan{:06d}.pth.tar'.format(step))\n",
    "        \n",
    "        if step % log_term == 0:\n",
    "            dt = datetime.datetime.now().strftime('%H:%M:%S')\n",
    "            print('Epoch: {}/{}, Step: {}, D Loss: {:.4f}, G Loss: {:.4f}, gp: {:.4f}, Time:{}'.format(epoch, max_epoch, step, D_loss.item(), G_loss.item(), grad_penalty.item(), dt))\n",
    "            G.eval()\n",
    "            img = get_sample_image(G, n_noise, n_samples=25)\n",
    "            imsave('samples/{}_step{:06d}.jpg'.format(MODEL_NAME, step), img)\n",
    "            G.train()\n",
    "        \n",
    "        step += 1\n",
    "#     D_scheduler.step()\n",
    "#     G_scheduler.step()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "save_checkpoint({'global_step': step,\n",
    "     'D':D.state_dict(),\n",
    "     'G':G.state_dict(),\n",
    "     'd_optim': D_opt.state_dict(),\n",
    "     'g_optim' : G_opt.state_dict()},\n",
    "    'ckpt/r1gan{:06d}.pth.tar'.format(step))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Random Sample"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "IncompatibleKeys(missing_keys=[], unexpected_keys=[])"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "G_path = sorted(glob.glob(os.path.join('ckpt', '*.pth.tar')))[-1]\n",
    "state = torch.load(G_path)\n",
    "G.load_state_dict(state['G'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "G.eval()\n",
    "None"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f7c87d1bc18>"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "img = get_sample_image(G, n_noise, n_samples=25)\n",
    "imshow(img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f7c85612358>"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Fake Image\n",
    "idx = [3, 1]\n",
    "row, col = IMAGE_DIM[0]*idx[0], IMAGE_DIM[1]*idx[1]\n",
    "imshow(img[row:row+IMAGE_DIM[0], col:col+IMAGE_DIM[1], :])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f7c8c077978>"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Real Image\n",
    "i = 14\n",
    "rimg = tensor2img(images[i])\n",
    "imshow(rimg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Interpolation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "def sample_noise(size=None):\n",
    "    z = np.random.random(size=size)*2-1\n",
    "    return z"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([10, 256])"
      ]
     },
     "execution_count": 76,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "z_a, z_b = sample_noise(n_noise), sample_noise(n_noise)\n",
    "zs = torch.tensor([np.linspace(z_a[i], z_b[i], num=10) for i in range(n_noise)], dtype=torch.float32).to(DEVICE)\n",
    "zs = torch.transpose(zs, 0, 1)\n",
    "zs.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([3, 64, 640])"
      ]
     },
     "execution_count": 77,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "imgs = G(zs).detach()\n",
    "imgs = torch.cat([imgs[i] for i in range(10)], dim=-1)\n",
    "imgs.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f7c84baa6a0>"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(20, 3))\n",
    "imshow(tensor2img(imgs))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
